Sketch a neat graph $of$ a function with a domain $0,10$ that clearly demonstrates the

properties $in$ each case, without the graph containing a straight line $on$ any significant

interval.

$(ii)$ Function $g(x)$ such that:

$g^{\text{'}\text{'}}(x)0on(0,4)$ and $(7,10).$

$g(x)$ has global minima $atx=4,x=7$ and $x=10.$